# Keywords: Divisibility (6)

save
save to

selected filters:

# Arithmetic and Pre-Algebra: Divisibility Intuition

This video looks at example of Sal working on KA Divisibility Module: ... (more)

This video looks at example of Sal working on KA Divisibility Module: http://www.khanacademy.org/math/arithmetic/factors-multiples/e/divisibility_intuition (less)

Subject:
Mathematics and Statistics
Material Type:
Video Lectures
Collection:
Provider:
Author:
Sal Khan
Remix and Share

# Arithmetic and Pre-Algebra: Recognizing Divisibility

This lessons presents approaches for determining whether a number is divisible by ... (more)

This lessons presents approaches for determining whether a number is divisible by another number. (less)

Subject:
Mathematics and Statistics
Material Type:
Video Lectures
Collection:
Provider:
Author:
Khan, Salman
Remix and Share

# Developmental Math: Recognizing Divisibility (AR)

This lessons presents approaches for determining whether a number is divisible by ... (more)

This lessons presents approaches for determining whether a number is divisible by another number. [Developmental Math playlist: Lesson 50 of 196] (less)

Subject:
Mathematics and Statistics
Material Type:
Video Lectures
Collection:
Provider:
Author:
Khan, Salman
Remix and Share

# Discrete Structures

This course describes discrete mathematics, which involves processes that consist of sequences ... (more)

This course describes discrete mathematics, which involves processes that consist of sequences of individual steps (as compared to calculus, which describes processes that change in a continuous manner). The principal topics presented in this course are logic and proof, induction and recursion, discrete probability, and finite state machines. Upon successful completion of this course, the student will be able to: Create compound statements, expressed in mathematical symbols or in English, to determine the truth or falseness of compound statements and to use the rules of inference to prove a conclusion statement from hypothesis statements by applying the rules of propositional and predicate calculus logic; Prove mathematical statements involving numbers by applying various proof methods, which are based on the rules of inference from logic; Prove the validity of sequences and series and the correctness or repeated processes by applying mathematical induction; Define and identify the terms, rules, and properties of set theory and use these as tools to support problem solving and reasoning in applications of logic, functions, number theory, sequences, counting, probability, trees and graphs, and automata; Calculate probabilities and apply counting rules; Solve recursive problems by applying knowledge of recursive sequences; Create graphs and trees to represent and help prove or disprove statements, make decisions or select from alternative choices to calculate probabilities, to document derivation steps, or to solve problems; Construct and analyze finite state automata, formal languages, and regular expressions. (Computer Science 202) (less)

Subject:
Science and Technology
Material Type:
Assessments
Full Course
Homework and Assignments
Lecture Notes
Syllabi
Video Lectures
Collection:
Saylor Foundation
Provider:
The Saylor Foundation

# Theory of Numbers, Spring 2012

This course is an elementary introduction to number theory with no algebraic ... (more)

This course is an elementary introduction to number theory with no algebraic prerequisites. Topics covered include primes, congruences, quadratic reciprocity, diophantine equations, irrational numbers, continued fractions, and partitions.&nbsp; &nbsp; (less)

Subject:
Mathematics and Statistics
Material Type:
Assessments
Full Course
Homework and Assignments
Lecture Notes
Syllabi
Collection:
MIT OpenCourseWare
Provider:
M.I.T.
Author:
Abhinav Kumar
Remix and Share

# 2002 llaF ,gnivloS melborP gnireenignE dna sretupmoC ot noitcudortnI

.desu si egaugnal gnimmargorp avaJ ehT .gninnalp dna ,tnemeganam ,ecneics ,gnireenigne ni ... (more)

.desu si egaugnal gnimmargorp avaJ ehT .gninnalp dna ,tnemeganam ,ecneics ,gnireenigne ni smelborp gnivlos rof seuqinhcet gnipoleved no si sisahpmE .scipot decnavda detceles dna scihparg retupmoc ,gnihcraes dna gnitros ,serutcurts atad ,sdohtem laciremun ,secafretni resu lacihparg ,stpecnoc gnimmargorp revoc smelborp gnimmargorp ylkeeW .esruoc eht fo sucof eht si tnempoleved dna ngised erawtfos detneiro-tcejbO .snoitacilppa cifitneics dna gnireenigne rof sdohtem lanoitatupmoc dna tnempoleved erawtfos latnemadnuf stneserp esruoc sihT (less)

Subject:
Science and Technology
Material Type:
Assessments
Full Course
Homework and Assignments
Lecture Notes
Syllabi
Collection:
MIT OpenCourseWare
Provider:
M.I.T.
Author:
George Kocur
Remix and Share